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Ordinal indices and Ramsey dichotomies measuring \(c_0\)-content and semibounded completeness - MaRDI portal

Ordinal indices and Ramsey dichotomies measuring \(c_0\)-content and semibounded completeness (Q2773382)

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scientific article; zbMATH DE number 1709973
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Ordinal indices and Ramsey dichotomies measuring \(c_0\)-content and semibounded completeness
scientific article; zbMATH DE number 1709973

    Statements

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    21 February 2002
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    Ramsey-type principle
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    Schreier system
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    \(c_0\)-index
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    semi-bounded completeness index
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    seminormalized basic sequence
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    Ordinal indices and Ramsey dichotomies measuring \(c_0\)-content and semibounded completeness (English)
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    The author applies the Ramsey-type principle and the Pták-type theorem for each countable ordinal to studying relationship between the \(c_0\)-index and the semibounded completeness index of an arbitrary seminormalized basic sequence in a Banach space.
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